Calculating Velocity in a Pipe: Flow Rate 0.01, Diameter 90mm

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Discussion Overview

The discussion revolves around calculating the velocity of fluid flow within a pipe given a specific flow rate and diameter. Participants explore the application of relevant equations and clarify unit conversions related to area and flow rate.

Discussion Character

  • Technical explanation
  • Homework-related

Main Points Raised

  • One participant proposes using the equation V = Q/A to find the velocity, where A is the cross-sectional area calculated using A = π/4 x D².
  • Another participant emphasizes the importance of including units for all quantities to avoid confusion.
  • A participant points out that the calculated area appears to be a length rather than an area, suggesting a misunderstanding in unit conversion.
  • There is a clarification regarding the units for area, indicating that the area should indeed be expressed in square meters (m²) or square millimeters (mm²) depending on the diameter's unit.

Areas of Agreement / Disagreement

Participants generally agree on the need for correct unit usage and the application of the formula for velocity, but there is some confusion regarding the correct calculation of area and its units.

Contextual Notes

There are unresolved issues regarding the correct conversion of diameter from millimeters to meters and the appropriate expression of area in square units.

fowler2k
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I need to find the velocity within a pipe , I know the flow rate and diameter

Flow rate =0.01
Diameter =90mm

Am I correct in thinking to use V =Q/A

Where A is found using A=pi/4 x D^2

Using this I got A =0.0064m but somehow this does not seem quite right to me

Can anybody please tell me where I am going wrong please

Thanks
 
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Please include units for all quantities. How else can we tell what these numbers mean?
 
0.01m3 s-1
 
fowler2k said:
I need to find the velocity within a pipe , I know the flow rate and diameter

Flow rate =0.01
Diameter =90mm

Am I correct in thinking to use V =Q/A

Where A is found using A=pi/4 x D^2

Using this I got A =0.0064m but somehow this does not seem quite right to me

Yes, it's not quite right. Your answer is a length...you want an area.
 
Ah so it should be m^2 ?
 
What are the units for your flow rate?

And also, Your equation for area includes the term D^2 which implies the diameter is being squared, so your answer for area should have the units mm^2.
 

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